“Algo trading” removes human emotions and may react to opportunities faster than any dealer. This trading approach relies extensively on software program and algorithms to scan markets and execute trades sooner than any human could. Speed is crucial to benefit from short-lived arbitrage windows before costs regulate. Traders will take a place when the price strikes outdoors a recent buying and selling vary, following the new trend whereas it stays in pressure.
However, by late 2018, an oversold RSI, a Bollinger Band squeeze, and a Golden Cross indicated a bullish reversal?a shifting sign that compelled merchants to adapt to the dynamic nature of markets. A golden cross, where a shorter-term transferring average crosses above a longer-term shifting average, can signal a potential uptrend. Conversely, a death cross, where a shorter-term moving common crosses below a longer-term transferring average, can point out a possible downtrend. The Moving Average Convergence Divergence (MACD) is among the high metrics to watch crypto futures buying and selling.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="604px" alt="Crypto trading strategies" 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">
While the crypto market’s volatility can pose risks, it also presents alternatives for important profits. Halving occasions are recognized to markedly influence the prices concerned in cryptocurrency buying and selling. Such an occasion slashes the mining reward for model spanking new blocks by fifty p.c, probably altering the inflow of fresh coins into the market and thus affecting their valuation. One major risk is the market volatility, as cryptocurrency costs can expertise vital swings over transient durations. Trading primarily based on sentiment analysis makes use of market sentiment information to forecast potential shifts in asset prices.
<h2>Assessing Threat</h2>
Cryptocurrency markets are well-suited for HFT methods compared to traditional markets. Developing profitable algorithmic buying and selling systems requires subtle programming expertise and data of the digital currencies. Algo trading can be extraordinarily effective when fine-tuned and supported by enough infrastructure. In simple terms, you’re having a bet on whether or not a specific asset will go up or down in worth. It’s the right approach to tip your toes into crypto trading when you have zero experience. You can follow, make errors, and fine-tune your sport plan, all without any financial risk.
When utilizing multiple moving averages, crosses of those moving averages can serve as warning signals or as confirmation of a newly-formed trend. That concludes our write-up, giving you 5 totally different trading strategies to work with as you embark on your journey within the crypto markets. All in all, divergences between value and the relative power index are sturdy buying and selling indicators that can assist you to spot reversals earlier than they occur. The strongest alerts happen on the extremes of the RSI, above 70 and below 30.
That's an appropriate analysis method for buying and selling crypto that permits rapidly getting information on the current market sentiment. With candlestick analysis, you presumably can predict price instructions based mostly on the outcomes of previous trades. This technique is amongst the easiest strategies for beginner traders to be taught. Utilizing an orderly strategy often identified as range buying and selling, members aim to execute purchase and sale transactions inside set value limits.
This trading technique offers traders a powerful management over risks and returns and helps them in planning their positions. Cryptocurrency buying and selling has gained immense reputation over the past decade, attracting traders of all levels as a outcome of its excessive volatility, potential for top returns, and 24/7 availability. Unlike traditional financial markets, crypto markets function on a decentralized structure, allowing for numerous trading methods tailored to totally different risk appetites and market circumstances. Trend buying and selling is about figuring out the prevailing course of price movements, whether or not it is upward or downward, within a single day. Crypto-day merchants can use a mix of timeframes and technical indicators to make informed decisions.
<ul> <li>Now, you’ll be ready to choose the trading technique that aligns together with your monetary goals and your character, which is of utmost significance.</li> <li>It allows a extra hands-off strategy to investing within the&nbsp;blockchain industry and&nbsp;cryptocurrency markets.</li> <li>To know if any regulations or legal guidelines apply to you as a dealer, learn via the phrases of service for the trade platform you choose.</li> <li>Yield farming allows earning earnings on crypto belongings by way of lending and market making.</li> <li>In other words, having a buying and selling plan in place makes you ready for the potential outcomes.</li></ul>
<h3>Cut Back Danger</h3>
USDT, a stablecoin, substantially impacts the markets for buying and selling cryptocurrencies. By providing traders a dependable retailer of worth, USDT helps counterbalance the typical volatility discovered with different digital currencies. With the use of High-Frequency Trading (HFT) algorithms, they will execute orders quickly to seize profit from minute value movements. This approach requires a major stage of talent, because the market’s larger intraday volatility could make or break a commerce inside quick time frames.
In crypto, this technique may be applied to less unstable tokens or in periods of market consolidation. This strategy entails identifying and following the direction of market developments, whether or not upward or downward, to make worthwhile trades. In crypto, narratives shift as we now have noticed from NFTs to ETFs, to memecoins. The crypto choices buying and selling market permits for buying or selling rights to digital property at set costs before a future date. This allows patrons to realize exposure to assets in a risky and fluctuating market with out having to own them immediately. Kraken is a well-established cryptocurrency trade recognized for its sturdy security measures and a vast number of cryptocurrencies.
In crypto buying and selling, automation via smart contracts or trading bots can execute trades based mostly in your plan, eradicating the emotional element. This is especially helpful in fast-moving markets where selections have to be made rapidly with out second-guessing. In the context of both traditional and crypto markets, this technique aims to reduce the impression of psychological biases, resulting in extra consistent and probably worthwhile buying and selling outcomes.

 https://anotepad.com/notes/kth6thp3 ’ll also break down the required steps to begin out day buying and selling cryptocurrencies and explore common pitfalls to keep away from along the greatest way. The key is discovering strategies that fit your experience degree, obtainable resources and danger management practices. Proper training, knowledge and threat discount are key to trading profitably in the thrilling however unpredictable crypto currency markets. Margin buying and selling includes borrowing funds or different cryptocurrency property to extend shopping for energy. This allows traders to take bigger positions and increase potential profits.
Conversely, blended or weak sentiment alerts suggest preserving positions smaller and more conservative. While information and technique are pivotal, sometimes human intuition can catch nuances that algorithms or strict methods may overlook. Crypto is known for its speedy evolution and occasional black swan events that require a blend of intuition and analysis.

Breakout crypto futures trading strategies use a mixture of technical indicators, historical worth ranges, and quantity evaluation to establish key price ranges for anticipated breakouts. Breakout traders set buy orders above resistance or promote orders beneath help levels. If the breakout fails to carry, the dealer sells when Ethereum crosses the support stage. The most effective trading methods blend sentiment analysis with technical evaluation of price charts and market patterns.
Such traders are inclined to commerce continuously without noting buying and selling prospects and dangers. It exhibits itself as a powerful and generally uncontrolled concern of being out of the market, even for a brief time. Such people continuously comply with quotes and information and open trades as soon as attainable.
<div style="text-align:center"> <iframe width="562" height="312" src="https://www.youtube.com/embed/eAErShkc0lg" frameborder="0" alt=" <a href=&quot;https://www.thehomeautomationhub.com/members/robertalto92/activity/891031/&quot;>Crypto trading strategies</a> " allowfullscreen></iframe></div>
Reading by way of numerous best crypto change reviews on-line, you are certain to notice that one of many issues that virtually all of those exchanges have in frequent is that they are very simple to use. While some are more simple and beginner-friendly than others, you should not encounter any difficulties with both of the top-rated exchanges. That said, many customers consider that KuCoin is among the simpler exchanges on the current market. Well, with arbitrage buying and selling, you’ll have to get your self very concerned with the industry, and spend A LOT of time on the market. Market structure and the relative energy index may help you see reversals early, providing you with timely entries and exits, and helping you benefit from every transfer in the market. Dollar-cost average methods can be used for an extended interval, building a long-term portfolio for the subsequent bull market.
It also consists of guaranteeing the security and safety of your digital property and private data when transacting and storing your cryptocurrency. Risk management needs to be part of your trading strategy and overall plan on this wildly speculative market. Position trading focuses on capturing long-term developments available within the market, with positions held for weeks, months, or even years. Position traders take a macroeconomic view of the market, analyzing fundamental factors, geopolitical events, and long-term developments to make knowledgeable trading selections. They goal to profit from major market trends whereas enduring short-term price fluctuations. Scalping is a day buying and selling cryptocurrency technique that capitalizes on small price gaps created by bid-ask spreads or order flows.